Assuming that the atmosphere has the same density anywhere as at sea level (ρ=1.3 kg/m3) and g to be constant (g=10 m/s2), what should be the approximate height of the atmosphere so that the atmospheric pressure at sea level is p0=1.01×105 N/m2 ?

Assuming that the atmosphere has the same density anywhere as at sea l

1.	Assuming that the atmosphere has the same density anywhere as at sea level (ρ=1.3 kg/m3) and g to be constant (g=10 m/s2), what should be the approximate height of the atmosphere so that the atmospheric pressure at sea level is p0=1.01×105 N/m2 ?
Answer» Assuming that the atmosphere has the same density anywhere as at sea level $(ρ = 1.3 {kg/m}^{3})$ and $g$ to be constant $(g = 10 {m/s}^{2})$ , what should be the approximate height of the atmosphere so that the atmospheric pressure at sea level is $p_{0} = 1.01 \times 10^{5} {N/m}^{2}$ ?

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Assuming that the atmosphere has the same density anywhere as at sea level (ρ=1.3 kg/m3) and g to be constant (g=10 m/s2), what should be the approximate height of the atmosphere so that the atmospheric pressure at sea level is p0=1.01×105 N/m2 ?

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